if [a×b×c]=3 and |c|1 then |(b×c)×(c×a)|
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Explanation:
∣a−b∣
2
+∣b−c∣
2
+∣c−a∣
2
=2(a
2
+b
2
+c
2
)−2(a.b+b.c+c.a)
=2×3−2(a.b+b.c+c.a)
=6−{(a+b+c)
2
−a
2
−b
2
−c
2
}
=9−∣a+b+c∣
2
≤9
Hence, option B.
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